The paper aims to employ a new effective methodology to build exact fractional solutions to
the generalized nonlinear Schrödinger equation with a local fractional operator defined on …

In this paper, we will compute the conservation laws (CLs) of Chen–Lee–Liu equation
(CLLE) with the help of scaling invariance technique. We will use Euler and Homotopy …

This paper considers the generalized nonlinear Schrödinger (GNLS) equation with group
velocity dispersion and second-order spatio-temporal dispersion coefficients. We obtain new …

This study investigates the fractional coupled viscous Burgers' equation under the Liouville–
Caputo, Atangana–Baleanu and Yang–Srivastava–Machado fractional derivatives. With the …

In this paper, we established soliton solutions and other solutions for the revered optical
Bragg grating fibers that is considered with a cubic–quintic–septic form of medium nonlinear …

The paper studies the single and combined optical solitons in the physical model of
telecommunication system that describes the dynamics of optical solitons with quadratic …

The modified extended direct algebraic method is applied to obtain many new exact travel
wave solutions in magneto-optic waveguides which keep triple power law nonlinearity …

In this research, we apply new technique for higher order nonlinear Schrödinger equation
which is representing the propagation of short light pulses in the monomode optical fibers …

In the present study, we investigate the conformable space-time fractional cubic-quartic
nonlinear Schrodinger equation with three different laws of nonlinearity namely, parabolic …

The aim of this paper is to present optical soliton solutions of the nonlinear Schrödinger
equation. Here, the quadratic-cubic nonlinearity in the existence of Hamiltonian …